Existence of Periodic Solution for Fuzzy Cellular Neural Networks with Time-Varying Delays - Advanced Research on Computer Education, Simulation and Modeling - page 206

References
1. Yang, T., Yang, L.B.: The global stability of fuzzy cellular neural networks. IEEE Trans.
Circ. Syst. I 43, 880-883 (1996)
2. Yang, T., Yang, L.B., Wu, C.W., Chua, L.O.: Fuzzy cellular neural networks: theory. In:
Proc. IEEE Int. Workshop Cellular Neural Networks Appl., pp. 181-186 (1996)
3. Yang, T., Yang, L.B., Wu, C.W., Chua, L.O.: Fuzzy cellular neural networks: applications.
In: Proc. IEEE Int. Workshop on Cellular Neural Neworks Appl., pp. 225-230 (1996)
4. Huang, T.: Exponential stability of fuzzy cellular neural networks with distributed delay.
Phy. Lett. A 351, 48-52 (2006)
5. Huang, T.: Exponential stability of delayed fuzzy cellular neural networks with diffusion.
Chaos Solitons and Fractals 31, 658-664 (2007)
6. Zhang, Q., Xiang, R.: Global asymptotic stability of fuzzy cellular neural networks with
time-varying delays. Phy. Lett. A 371, 3971-3977 (2008)
7. Zhang, Q., Luo, W.: Global Exponential Stability and Periodic Solutions of FCNNs with
Constant Delays and Time-varying Delays. In: Proc. of 2009 International Joint
Conference on Computational Sciences and Optimization, vol. 2, pp. 659-662 (2009)
8. Yuan, K., Cao, J., Deng, J.: Exponential stability and periodic solutions of fuzzy cellular
neural networks with time-varying delays. Neurocomput. 69, 1619-1627 (2006)
9. Liu, Y., Tang, W.: Exponential stability of fuzzy cellular neural networks with costant and
time-varying delays. Phy. Lett. A 323, 224-233 (2004)
10. Huang, T.: Exponential stability of delayed fuzzy cellular neural networks with diffusion.
Chaos, Solitons and Fractals 31, 658-664 (2007)
11. Berman, A., Plemmons, R.J.: Nonnegative Matrices in the Mathematical Science.
Academic Press, New York (1979)
12. Gaines, R.E., Mawhin, J.L.: Coincidence Degree, and Nonlinear Differential Equations.
Springer, Berlin (1977)